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HP to Amps Calculator

The HP to amps conversion is the foundational motor circuit calculation in North American electrical engineering, bridging the mechanical world of shaft horsepower with the...

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Source: NEC Article 430, NEMA MG 1, IEEE 141 (Red Book) | Last reviewed: July 26, 2026

Examples

100 hp

= 110 Amps

  • voltage = 480
  • efficiency = 93
  • pf = 0.88
  • phase_factor = 1.732

100 HP 480V 3-phase NEMA Premium = 110 A (NEC table: 124 A)

10 hp

= 33.7 Amps

  • voltage = 208
  • efficiency = 89
  • pf = 0.82
  • phase_factor = 1.732

10 HP 208V 3-phase motor draws 33.7 A

2 hp

= 9.7 Amps

  • voltage = 230
  • efficiency = 84
  • pf = 0.8
  • phase_factor = 1

2 HP 230V single-phase motor draws 9.7 A

250 hp

= 31.2 Amps

  • voltage = 4160
  • efficiency = 95
  • pf = 0.87
  • phase_factor = 1.732

250 HP 4160V medium-voltage motor draws 31.2 A

Quick Reference Table

NEC Table 430.250: 3-Phase AC Motor Full-Load Currents (Selected)
HP208V230V460V575V
14.64.22.11.7
516.715.27.66.1
1030.8281411
2059.4542722
3088804032
501431306552
752111929677
10027324812499
150396360180144
200528480240192
300792720361289
50012601152577462
HP to Amps: Typical NEMA Premium Motor Values at 460V 3-Phase
HPkW (equiv)Efficiency %PFCalc AmpsNEC Table Amps125% Conductor Amps
10.7585.50.781.72.12.6
53.789.60.8377.69.5
107.591.70.8513.31417.5
2518.593.60.8632.93442.5
503794.50.8764.86581.3
7555950.8795.896120
1007595.40.88125.8124155
15011095.80.88188180225
20015096.20.89247.1240300
30022596.20.89370.6361451
NEC Table 430.248: Single-Phase AC Motor Full-Load Currents
HP115V200V230V
0.59.85.64.9
0.7513.87.96.9
1169.28
1.52011.510
22413.812
33419.617
55632.228
7.5804640
1010057.550

Popular Conversions

Quick answers for the most-searched hp to Amps values.

10 hp to amps 480V 3 phase

10 hp = 13.2 Amps

Most common small industrial motor size. NEC Table 430.250: 14 A at 460V. Used for conveyors, small pumps, fans, and machine tools. At 208V, draws 30.8 A per NEC table -- more than double.

50 hp to amps

50 hp = 63.9 Amps

Workhorse medium industrial motor. NEC Table 430.250: 65 A at 460V. Common for air compressors, hydraulic pumps, and chiller compressors. Requires #4 AWG copper minimum per NEC 430.22 (65 x 1.25 = 81.25 A).

100 hp to amps 480V

100 hp = 110 Amps

The most-queried large motor size. NEC Table 430.250: 124 A at 460V. Used for large pumps, 100-ton chillers, and industrial shredders. 125% of NEC FLA = 155 A, requiring #2/0 AWG copper. Breaker: 124 x 250% = 310 A -> 350 A standard size.

200 hp to amps

200 hp = 247.1 Amps

Heavy industrial motor. NEC Table 430.250: 240 A at 460V. Common in mining, steel mills, and large water pumps. Requires parallel conductors or 300 kcmil copper. 125% of NEC FLA = 300 A minimum conductor ampacity.

5 hp motor amps single phase

5 hp = 22.3 Amps

Common residential/small commercial motor. NEC Table 430.248: 28 A at 230V single-phase. Used for air compressors, table saws, and well pumps. Requires #10 AWG copper minimum (30 A at 60C). The maximum practical single-phase motor for a 200 A residential service is approximately 10 HP.

300 hp to amps 460V

300 hp = 370.6 Amps

Large industrial motor at the upper end of low-voltage range. NEC Table 430.250: 361 A at 460V. Used for large centrifugal chillers and process compressors. Above 300 HP at 460V, parallel conductors and 600 A frame breakers become standard -- at this current level, medium voltage (4,160V) may offer better economics.

Where is this used?

HP to amps conversion is fundamental to motor branch circuit design per NEC Article 430, and extends into multiple engineering disciplines.

(1) Conductor sizing: NEC 430.22 requires branch-circuit conductors to be sized at 125% of the motor's full-load current from NEC Table 430.250.

For a 75 HP 480V motor (96 A per NEC table), minimum conductor ampacity = 96 x 1.25 = 120 A, requiring #1 AWG copper at 75C.

The actual motor current (calculated at 93% efficiency, 0.88 PF) is 82.5 A, but the code mandates using the table value for infrastructure.

(2) Overcurrent protection: NEC 430.52 specifies maximum ratings for branch-circuit short-circuit and ground-fault protection.

For an inverse-time breaker: 96 A x 250% = 240 A, next standard size 250 A 3-pole.

For a time-delay fuse: 96 A x 175% = 168 A, next standard 175 A.

For an instantaneous-trip breaker (used with motor starters): 96 A x 800% = 768 A, typically 800 A setting.

(3) Disconnect switch rating: NEC 430.110 requires the disconnect to be rated at least 115% of the NEC table FLA.

For 96 A: 96 x 1.15 = 110.4 A, so a 200 A rated safety switch or enclosed circuit breaker is typical.

(4) Motor starter and contactor selection: NEMA contactor sizes map directly to HP and voltage -- NEMA Size 3 covers up to 75 HP at 480V, with a continuous current rating of 90 A at 480V.

IEC contactors use AC-3 utilization category ratings; for a 75 HP 480V motor drawing approximately 83 A actual, an IEC 95 A or 115 A contactor is selected.

(5) Power monitoring and energy management: current transformers (CTs) are selected based on expected motor amps.

For a 100 HP motor with 124 A NEC FLA, a 200:5 A CT provides good resolution (62% of CT primary at full load) and accommodates the 6x starting current (744 A) without saturation.

(6) Voltage drop verification: for a 400 ft feeder serving a 100 HP motor drawing 110 A actual, using #1/0 AWG copper (0.122 ohm/1000 ft), voltage drop = sqrt(3) x 110 x 0.122 x 400/1000 = 9.3 V, or 1.94% of 480 V -- within the 3% NEC feeder recommendation.

(7) International equipment substitution: when an IEC motor (rated in kW) replaces a NEMA motor (rated in HP), the HP-to-amps calculation validates that the existing electrical infrastructure can accommodate the replacement.

A 75 kW (100 HP) IEC motor drawing 106 A (PF 0.85, eff 93%) versus the NEMA motor's NEC table value of 124 A confirms the existing #1 AWG conductors and 250 A breaker are adequate.

(8) Energy efficiency retrofits: when upgrading from a standard-efficiency 100 HP motor (88% eff, drawing 116.3 A) to a NEMA Premium 100 HP motor (95.4% eff, drawing 107.3 A), the 9 A reduction on a 8,000-hour/year duty cycle saves approximately 9 x 480 x 1.732 x 0.88 / 1000 x 8000 = 52,500 kWh/year, with corresponding greenhouse gas reductions.

Real-World Usage Scenarios

Pump station motor replacement with efficiency upgrade

A municipal water treatment plant needs to replace a failed 150 HP vertical turbine pump motor that has been in service since 1995. The original motor had 91% efficiency and 0.84 PF, drawing (150 x 745.7) / (460 x 0.91 x 0.84 x 1.732) = 183.5 A at full load. The replacement is a NEMA Premium motor with 95.8% efficiency and 0.88 PF, which will draw (150 x 745.7) / (460 x 0.958 x 0.88 x 1.732) = 166.0 A -- a reduction of 17.5 A. The facility engineer verifies that the existing conductors (#3/0 AWG copper, 200 A ampacity at 75C) and the existing 300 A breaker remain adequate: the NEC Table 430.250 value of 180 A x 1.25 = 225 A for conductor sizing is above the #3/0 rating, so the conductors need to be upsized to #4/0 AWG (230 A at 75C) to be code-compliant even though the actual current draw has decreased. The 17.5 A reduction in actual current will save approximately 17.5 x 460 x 1.732 x 0.88 / 1000 x 8760 = 107,000 kWh/year, or about $10,700/year at $0.10/kWh -- the new motor pays for itself in energy savings within 3 years.

Agricultural irrigation pump on single-phase service

A farmer needs to power a 15 HP centrifugal irrigation pump at a remote well site where only a 240V single-phase service is available. The pump manufacturer specifies the required motor HP, and the farmer must determine whether the existing 200 A single-phase panel can accommodate the load. Per NEC Table 430.248, a 15 HP 230V single-phase motor draws approximately 84 A (interpolating from the 7.5 HP at 40 A and 10 HP at 50 A). Branch-circuit conductors per NEC 430.22 require 84 A x 1.25 = 105 A minimum ampacity, requiring #2 AWG copper (115 A at 75C for the 60C column commonly used for motors under 100 A). The branch-circuit breaker per NEC 430.52 for an inverse-time breaker: 84 A x 250% = 210 A, which exceeds the 200 A panel main breaker. The electrician uses a 175 A breaker (within the 250% maximum) and coordinates with a time-delay fuse at the motor disconnect (84 A x 175% = 147 A, rounded to 150 A). The installation works, but the farmer notes that starting the 15 HP motor causes noticeable light flicker in the farmhouse 300 ft away -- the locked-rotor current of 6 x 84 = 504 A on a 240V single-phase service creates a voltage dip that propagates through the shared transformer. A soft-starter or reduced-voltage starter is recommended to address the power quality issue.

Medium voltage motor specification for a steel mill rolling stand

A steel mill is specifying a 2,500 HP 4,160V three-phase motor for a roughing mill rolling stand. At this power level, the HP-to-amps calculation becomes critical for substation transformer sizing. Using estimated NEMA Premium efficiency of 96.5% and PF of 0.89: I = (2,500 x 745.7) / (4,160 x 0.965 x 0.89 x 1.732) = 1,864,250 / 6,207.7 = 300.3 A. The NEC does not provide table values for motors above 500 HP or for medium voltage, so the calculated value is used directly. Conductors are sized at 125% of FLA: 300.3 x 1.25 = 375.4 A, requiring 500 kcmil copper cable (380 A at 75C in free air) or parallel 4/0 AWG conductors. The 4,160V motor starter (a vacuum contactor in a metal-clad switchgear lineup) is rated 400 A continuous. The short-circuit study reveals the substation transformer (10 MVA, 13.8 kV/4,160V, 5.75% Z) can deliver 24.1 kA symmetrical fault current at the motor terminals. The motor's contribution to a bus fault (from its stored rotational energy) adds approximately 4 x 300 = 1,200 A of decaying AC current, factored into the switchgear bus bracing and breaker interrupting ratings. The HP-to-amps calculation is just the starting point in a cascade of power system analyses: load flow, voltage drop, short circuit, protection coordination, and arc flash hazard assessment -- all rooted in the fundamental current derived from the shaft horsepower.

Common Mistakes to Avoid

1

Using calculated amps instead of NEC table FLA for conductor sizing

The most common code violation in motor circuit design: using the nameplate or calculated FLA (e.g., 110 A for a 100 HP NEMA Premium motor) instead of the NEC Table 430.250 FLA (124 A) for conductor sizing. Per NEC 430.22, conductors must be sized at 125% of the table value: 124 x 1.25 = 155 A minimum, requiring #2/0 AWG copper (175 A at 75C). If the designer uses the 110 A calculated value instead: 110 x 1.25 = 137.5 A, they would select #1/0 AWG (150 A) -- which is undersized per code and would be flagged by an electrical inspector. The consequences are both regulatory (failed inspection, rework costs) and technical (inadequate ampacity if the motor is ever replaced with a standard-efficiency unit). The difference between #1/0 AWG and #2/0 AWG copper at 480V for a 200 ft run is approximately $200 in material cost -- a trivial increment compared to the $5,000+ cost of an inspection failure and re-pull.

2

Neglecting motor efficiency in the HP to amps formula

Omitting the efficiency term (eta) from the denominator understates the actual motor current by a percentage equal to (1 - eta). For a 50 HP motor with 92% efficiency at 460V: correct calculation = (50 x 745.7)/(460 x 0.92 x 0.85 x 1.732) = 59.6 A. Without efficiency: (50 x 745.7)/(460 x 0.85 x 1.732) = 54.8 A -- an 8% underestimate. While 54.8 A vs 59.6 A might not immediately overheat conductors, it leads to undersized overload protection settings. NEMA motor overload relays (thermal or electronic) are typically set at 100-125% of nameplate FLA per NEC 430.32. An overload relay set at 115% of the incorrectly calculated 54.8 A = 63.0 A would allow the motor to draw up to 63.0 A before tripping, while the actual 115% of nameplate 59.6 A is 68.5 A -- the relay would trip prematurely. Conversely, if the relay were set too high based on the uncorrected value, the motor could operate continuously at an overload condition without protection.

3

Applying the three-phase formula to a single-phase motor

Using the three-phase formula (with sqrt(3) in the denominator) for a single-phase motor underestimates current by 42%: I_1ph = I_3ph_calc / 0.577. A 3 HP 230V single-phase motor per NEC Table 430.248 draws 17 A. Using the erroneous three-phase formula with typical assumptions: (3 x 745.7)/(230 x 0.82 x 0.78 x 1.732) = 8.5 A -- less than half the actual current. If the installer sizes #14 AWG conductors (15 A ampacity at 60C) based on the erroneous 8.5 A, the conductors will be severely overloaded at the motor's actual 17 A FLA. The conductor temperature would rise above its rated 60C insulation limit, accelerating insulation degradation and creating a fire hazard. This mistake is particularly common when electricians accustomed to industrial three-phase work install single-phase motors in residential or light commercial settings without checking the correct NEC table.

Industry Standards Referenced

NEC Article 430 NEMA MG 1 IEEE 141

Frequently Asked Questions

How do I convert motor HP to amps?

For a 3-phase motor: Amps = (HP x 745.7) / (V x eta x PF x 1.732). Where eta is motor efficiency as a decimal (e.g., 0.93 for 93%) and PF is power factor (e.g., 0.88). For field use and NEC-compliant design, Table 430.250 provides pre-calculated full-load currents that are the code-required basis for conductor and breaker sizing in North America. The calculated value using actual nameplate efficiency and PF will typically be 10-20% lower than the conservative NEC table value, reflecting the improved performance of modern NEMA Premium motors.

How many amps does a 10 HP motor draw?

At 480V 3-phase per NEC Table 430.250: 14 A. At 208V 3-phase: 30.8 A. At 230V single-phase: 50 A per NEC Table 430.248. The current varies dramatically with voltage -- always check the motor nameplate and the appropriate NEC table for the specific voltage and phase configuration. For energy analysis, a modern 10 HP NEMA Premium motor at 460V 3-phase with 91.7% efficiency and 0.85 PF draws approximately 13.3 A -- close to but slightly under the NEC table value of 14 A. Note that a 10 HP motor operating on a 208V system draws more than double the current at 480V, which means double the conductor cost and I^2R losses for the same mechanical output.

Why does the NEC table show higher amps than my calculation?

NEC Table 430.250 uses conservative assumptions for motor efficiency and power factor to ensure conductors and overcurrent protection are adequately sized even for older, less efficient motors. The NEC values provide a safe, standardized basis for electrical design that works for any motor meeting NEMA MG 1 standards. Your nameplate FLA or calculated amps may be lower, but the NEC table FLA is the mandatory minimum for conductor sizing (NEC 430.22) and overcurrent protection maximum settings (NEC 430.52). The 15-20% margin also accommodates future motor replacement: if a facility replaces a 2025 NEMA Premium motor (95.4% eff) with a standard-efficiency replacement in 2040 (88% eff), the 15-year-old conductors and breakers sized from the NEC table will still be adequate because the table values anticipated that possibility.

How does motor efficiency affect the amps calculation?

Motor efficiency has a direct inverse relationship with current: I = HP x 745.7 / (V x eta x PF x sqrt(3)). A 100 HP motor at 88% efficiency draws 74,570/(480 x 0.88 x 0.85 x 1.732) = 120.0 A. The same motor with 95.4% NEMA Premium efficiency draws 74,570/(480 x 0.954 x 0.88 x 1.732) = 107.3 A -- a 12.7 A reduction (10.6%). This efficiency improvement has compounding financial benefits: lower conductor losses (I^2R), reduced voltage drop, smaller conductors possible, lower air conditioning load in electrical rooms, and avoided utility demand charges. Over a 20-year motor life at 8,000 hours/year and $0.10/kWh, the efficiency difference saves approximately 12.7 x 480 x 1.732 x 0.88 / 1000 x 8000 x 20 x $0.10 = $148,000 in energy costs -- far exceeding the incremental cost of the premium motor.

What is the difference between HP to amps for single-phase vs three-phase motors?

For the same horsepower and voltage, a single-phase motor draws approximately 1.732 times (73% more) current than a three-phase motor because the single-phase formula omits the sqrt(3) factor in the denominator. A 5 HP 230V three-phase motor draws 15.2 A (NEC Table 430.250), while a 5 HP 230V single-phase motor draws 28 A (NEC Table 430.248) -- nearly double. This higher current requires larger conductors, larger contactors, and incurs greater I^2R losses, which is why single-phase motors above 10 HP are rare in industrial settings. For applications where only single-phase power is available, the HP-to-amps calculation reveals the practical limit: a 15 HP single-phase motor at 230V draws approximately 84 A (NEC table), requiring a 125 A breaker and #2 AWG copper conductors -- the practical maximum for a residential or light commercial 200 A single-phase service.

How do I account for motor service factor in the HP to amps calculation?

NEMA motors typically have a service factor (SF) of 1.15, meaning they can continuously deliver 115% of rated HP without overheating. At service factor load, the current increases approximately proportionally: a 100 HP motor drawing 124 A (NEC table) at full load would draw approximately 124 x 1.15 = 143 A at 115 HP. However, DO NOT use the service factor current for conductor sizing -- NEC 430.22 requires conductors sized at 125% of the full-load (100% HP) current from the NEC table. For overload protection, NEC 430.32(C) allows the overload setting to be based on nameplate FLA x SF (for SF >= 1.15), providing operational headroom without nuisance trips. Routine operation at service factor load is not recommended: motor insulation life decreases by approximately 50% for every 10C increase in winding temperature, and operating in the service factor typically adds 10-15C to the winding temperature rise.

Reviewed for accuracy

Cross-referenced against NEC 2023 Table 430.250 and NEMA MG 1 motor standards · Last reviewed: July 26, 2026

All calculations are for reference only. Always verify with manufacturer data and a qualified engineer for critical applications. Learn about our editorial process.

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